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12.903225806452%,22.48064516129% {cursor:url(data:image/png;base64,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) 14 27, auto;}
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32.258064516129%,41.835483870968% {cursor:url(data:image/png;base64,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) 14 27, auto;}
41.935483870968%,51.512903225806% {cursor:url(data:image/png;base64,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) 14 27, auto;}
51.612903225806%,61.190322580645% {cursor:url(data:image/png;base64,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) 14 27, auto;}
61.290322580645%,70.867741935484% {cursor:url(data:image/png;base64,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) 14 27, auto;}
70.967741935484%,80.545161290323% {cursor:url(data:image/png;base64,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) 14 27, auto;}
80.645161290323%,90.222580645161% {cursor:url(data:image/png;base64,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) 14 27, auto;}
90.322580645161%,99.9% {cursor:url(data:image/png;base64,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) 14 27, auto;}
}
div.testarea{
animation:rwdcur5716 2.0666666666667s linear infinite forwards;
}
